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The linear Schrödinger equation with periodic potentials is an important model in solid state physics.
This is an important model in solid state physics where the randomness results from complicated phenomena that are not exactly known.
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The sculpture is modeled in solid clay, sometimes over a carefully considered armature, by the sculptor's usual methods of clay modeling.
Spectra of models are shown in dotted lines, spectra of differences between models in solid lines.
Hyperelasticity is a natural choice for extended models in solid mechanics, because of its mathematical structure which is a system of conservation laws with full rotational invariance.
The contours of the cortical and cancellous bone were used to generate the solid model in the Solid Works CAD software (Solid Works Corp., Boston, U.S.A).
These models differ in solid phase modelling, which allows to evaluate the reactor dynamic behaviour prediction capacity.
□ The Navier Lamé equations form the simplest model problem in solid mechanics with isotropic homogeneous positive material and the Lame parameters λ and μ.
In this respect, the supramolecular structure of cytosine coupled with uracil acidic derivatives can be regarded as a model in the solid phase of molecular recognition based on proton-transfer reactions.
Vancomycin was chosen as the model template in solid-phase synthesis of MIP nanoparticles.
The resulting fits of the data pooled across subjects are shown in Fig. 5a (FI in black solid line; standard models in grey solid line) and reveals that the models captured the observed behavioural motion repulsion across varying surround motion directions (FI: χ = 28.0, df = 30, p > 0.05; standard models: χ = 20.2, df = 30, p > 0.05).
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